CURRICULUM VITAE

CURRICULUM VITAE
Last name : Gavrilyuk (Gavriliouk)
First name : Sergey (Serguei)
Born : 20 october 1960, Russie
Nationality : russian et french
Family status : married, two sons
e-mail addresse:
[email protected]
and
[email protected]
Position :
• Professor at the Aix-Marseille University, member of the team SMASH
– Simulation, Modélisation et Analyse des Systèmes Hétérogènes – Simulation, Modelling and Analysis of Heterogeneous Systems (UMR CNRS
6595, l’IUSTI, Marseille, France)
Education :
• 1982, Master of Science, Dpt of Applied Mathematics and Mechanics,
Novosibirsk State University, Novosibirsk, Russia (diploma with ”high
honours”).
• 1987, PhD in Fluid Mechanics, Structure of non-linear waves in gas-liquid
mixtures, Lavrentyev Institute of Hydrodynamics, Novosibirsk, Russia.
PhD Advisers : Academician L.V. Ovsyannikov et Professeur V.Yu. Lyapidevskiy.
Career :
• 2005 - present, Professor at the University Aix-Marseille, member of the
laboratory SMASH – Simulation, Modélisation et Analyse des Systèmes
Hétérogènes – Simulation, Modelling and Analysis of Heterogeneous Systems (UMR CNRS 6595, l’IUSTI, Marseille, France)
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• 1996-2004, Professor at the University Aix-Marseille, member of the laboratory ”Modelling in Mechanics and Thermodynamics”, Marseille, France
• 1986-1996 Junior researcher, Senior resercher in the Lavrentyev Institute
of Hydrodynamics, and Associate Professor at the Novosibirsk State University, Dpt of Applied Mathematics and Mechanics
Responsabilities
• Director of the Master Program ”Two-phase flows, energetics and combustion”, Aix-Marseille University/newline
• Editor of ”Continuum Mechanics and Thermodynamics”, Springer (depuis
2005) http://link.springer.de/link/service/journals/00161/
• 1991-1993, Vice-director of Dpt of Applied Mathematics and Mechanics,
Novosibirsk State University, Novosibirsk, Russia
RESEARCH FIELDS
• Mathematical Physics, Fluid Mechanics, Nonlinear Waves, Waves in MultiPhase Flows.
• Current research interests : Variational principles in continuum mechanics,
non-conservative hyperbolic systems of equations.
PUBLICATIONS
[1] 2010 S. Gavrilyuk and H. Gouin, Geometric evolution of the Reynolds stress
tensor in three-dimensional turbulence, European J. Mechanics B/Fluids
(submitted).
[2] 2010 R. Saurel, N. Favrie, F. Petitpas, M. Lallemand and S. Gavrilyuk,
Modeling dynamic and irreversible powder compaction, Journal of Fluid
Mechanics (accepted).
[3] 2010 A. Madeo, S. Gavrilyuk, Propagation of Acoustic Waves in Porous Media and their Reflection and Transmission at a Pure Fluid/Porous Medium
Permeable Interface, European J. Mechanics A/Solids, Volume 29, Issue 5,
September-October 2010, Pages 897-910.
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[4] 2010 O. Le Métayer, S. Gavrilyuk and S. Hank, A numerical scheme for the
Green-Naghdi model, Journal of Computational Physics, 229 , 2034-2045.
[5] 2010 N. V. Chemetov, F. Cipriano and S. Gavrilyuk, Shallow water model
for lakes with friction and penetration, Mathematical Methods in the Applied Sciences, Volume 33, Issue 6, pages 687703.
[6] 2009 N. Favrie, S. Gavrilyuk and R. Saurel, Diffuse solid-fluid interface
model in cases of extreme deformations, Journal of Computational Physics,
228, 6037-6077 (41 pages).
[7] 2008 H. Gouin and S. Gavrilyuk, Dynamics of liquid nanofilms, Int. J. Eng.
Sciences, 46, 1195-1202.
[8] 2008 S. Gavrilyuk, N. Favrie and R. Saurel, Modelling Wave Dynamics
of Compressible Elastic Materials, J. Computational Physics, v. 227,
2941-2969.
[9] 2007 R. Barros, S. Gavrilyuk and V. Teshukov, Dispersive Nonlinear
Waves in Two-Layer Flows with Free Surface. Part I. Model derivation
and general properties, Studies in Applied Mathematics, v. 119, N 3, pp.
191-211.
[10] 2007 R. Barros , S. Gavrilyuk, Dispersive Nonlinear Waves in Two-Layer
Flows with Free Surface. Part II. Large amplitude solitary waves embedded
into the continuous spectrum, Studies in Applied Mathematics, v. 119, N
3, pp. 213-251.
[11] 2007 A. Hematulin, S. V. Meleshko & S. L. Gavrilyuk, Group classification
of one-dimensional equations of fluids with internal inertia, Mathematical
Methods in the Applied Sciences, 30, 2101-2120.
[12] 2007 N. Chikhi & S. L. Gavrilyuk, Statistical description of a cloud of
compressible bubbles, Continuum Mechanics and Thermodynamics, 18,
469-479.
[13] 2007 S.L. Gavrilyuk & R. Saurel, Rankine-Hugoniot relations for shocks
in heterogeneous mixtures, Journal of Fluid Mechanics, 575, 495-507.
[14] 2007 R. Saurel, O. Le Metayer, J. Massoni & S.L. Gavrilyuk, Shock jump
relations for multiphase mixtures with stiff mechanical relaxation, Shock
Waves, 16, N 3, 209-232.
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[15] 2006 V. S. Nikolaev, S. L. Gavrilyuk & H. Gouin, Modeling of the moving
deformed triple contact line : influence of the fluid inertia, Journal of
Colloid and Interface Science, 302, 605-612.
[16] 2006 S.L. Gavrilyuk & I. Akhatov, Model of a liquid nanofilm on a solid
substrate based on the van der Waals concept of capillarity, Physical
Review E, 73, 021604.
[17] 2006 H. Gouin & S. L. Gavrilyuk, Dissipative Two-Fluid Models, Rendiconti del Circolo Matematico di Palermo, Série II, N 78, 133-145.
[18] 2006 V. M. Teshukov & S.L. Gavrilyuk, Three-dimensional nonlinear
dispersive waves on shear flows, Studies in Applied Mathematics, 116,
241-255.
[19] 2006 S.L. Gavrilyuk & R. Saurel, Estimation of the turbulent energy
production across a shock wave, Journal of Fluid Mechanics, 549, 131-139.
[20] 2005 S.L. Gavrilyuk, Acoustic properties of a multiphase model with
micro-inertia, European J. of Mechanics B/Fluids, 24, 397-406
[21] 2005 S.L. Gavrilyuk & V. M. Teshukov, Drag force acting on a bubble
in a cloud of compressible spherical bubbles at large Reynolds numbers,
European J. of Mechanics B/Fluids, 24, 468-477.
[22] 2004 S.L. Gavrilyuk, H. Gouin & V.M. Teshukov, Bubble effect on KelvinHelmholtz’ instability, Continuum Mechanics and Thermodynamics, 16,
31 - 42.
[23] 2004 S.L. Gavrilyuk & V.M. Teshukov, Linear stability of parallel inviscid
flows of shallow water and bubbly fluid, Studies in Applied Mathematics,
113, 1 - 29.
[24] 2003 R. Saurel, S.L. Gavrilyuk & F. Renaud, A multiphase model with
internal degrees of freedom: application to shock-bubble interaction,
Journal of Fluid Mechanics, 495, 283-321.
[25] 2002 S.L. Gavrilyuk & R. Saurel, Mathematical and Numerical Modeling
of Two-Phase Compressible Flows with Microinertia, Journal of Computational Physics, 175, 326-360.
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[26] 2002, V.M. Teshukov & S.L. Gavrilyuk, Kinetic model for a motion
of compressible bubbles in a perfect fluid, European J. of Mechanics,
B/Fluids, 21, 469-491.
[27] 2001 S.L. Gavrilyuk & V.M. Teshukov, Generalized Vorticity and Flow
Properties for Bubbly Liquid and Dispersive Shallow Water Equations,
Continuum Mechanics and Thermodynamics, 13, 365-382.
[28] 1999 O. Chevalier, H. Gouin & S. Gavrilyuk, Non-dissipative phase
transitions in a two-component fluid mixture in the vicinity of a critical
point, J. Chimie Physique, 96, 1052-1058.
[29] 1999 H. Gouin & S. Gavrilyuk, Hamilton’s principle and Rankine-Hugoniot
conditions for general motions of fluid mixtures, ”Meccanica”, 34 , N 1,
39-47.
[30] 1999 S. Gavrilyuk & H. Gouin, A new form of governing equations of
fluids arising from Hamilton’s principle, ”Int. J. Engineering Science” 37,
1495-1520.
[31] 1999 H. Gouin and S. Gavrilyuk, Wetting problem for multi-component
fluid mixtures, Physica A 268, 291-308
[32] 1998 S. Gavrilyuk, H. Gouin & Yu. Perepechko, Hyperbolic models of
homogeneous two-fluid mixtures, Meccanica, 33, 161-175.
[33] 1998 S. Gavrilyuk & Yu. Perepechko, Variational approach to constructing
hyperbolic models of two-velocity media, J. Applied Mechanics and
Technical Physics, 39, N 5, 684-698
[34] 1997 S. Gavrilyuk, H. Gouin & Yu. Perepechko, ” A variational principle
for two-fluid models”, C.R. Acad. Sci. Paris, 324, Série IIb, 1-8.
[35] 1996 S. Gavrilyuk & J. Fabre, Lagrangian coordinates for a drift-flux
model of a gaz-liquid mixture, Int. J. Mult. Flows, 22, N 3, 453-460.
[36] 1996 S. Gavrilyuk & S.M. Shugrin, Media with equations of state that
depend on derivatives, J. Applied Mechanics and Technical Physics, 37, N
2, 177-189
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[37] 1996 S. Gavrilyuk, Solitary waves in bubbly liquids are linearly unstable,
European J. of Mechanics, B/ Fluids, 15, N 1, 37-53.
[38] 1995 S. Gavrilyuk, Large-time asymptotics of solution of the Cauchy
problem for equations of linear wave propagation in bubbly liquid with
continuous size distribution of bubbles, Siberian J. Differential Equations,
1, N 1, 69-87.
[39] 1995 S. Gavrilyuk, Travelling waves in bubbly liquid with continuous
bubble size distribution, European J. of Applied Mathematics, 6, 247-264.
[40] 1994 S. Gavrilyuk, Large amplitude oscillations and their ”thermodynamics” for continua with ”memory”, European J. of Mechanics, B/Fluids,
13, N 6, 753-764.
[41] 1993 S. L. Gavrilyuk & V.F. Nesterenko, Stability of Periodic Excitations
for one model of ”sonic vacuum”. Journal of Applied Mechanics and
Technical Physics, 34, N 6, 784-787.
[42] 1992 S. Gavrilyuk, Propagation of a signal in a liquid with a continuous
distribution of bubble sizes. Journal of Applied Mechanics and Technical
Physics, 33, N 4, 526-531.
[43] 1991 S. Gavrilyuk & S. A. Fil’ko, Shock waves in polydisperse bubbly
media with dissipation, Journal of Applied Mechanics and Technical
Physics, 32, 669-677.
[44] 1991 S. Gavrilyuk, Influence des vibrations des parois du tube sur la
propagation des ondes quasi monochromatiques dans un écoulement à
bulles. Dinamika Sploshnoi Sredy, N 100, 77-84, Institut Lavrentyev
d’Hydrodynamique (en russe).
[45] 1989 S. Gavrilyuk, Existence, unicité et critère de stabilité de Lax pour
des ondes propagatives dans un écoulement à bulles polydispersé dissipatif.
”Equations aux derivées partiélles”, Proceedings of the S.L. Sobolev
seminaire, 32 -52, Institut de Mathématiques, Novosibirsk (en russe).
[46] 1989 S. Gavrilyuk, A remark on V. P. Maslov’s papers on asymptotic
solutions of the equations of a viscous incompressible fluid and a viscous barotropic gas, Theoretical and Mathematical Physics, 81, 1122-1124.
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[47] 1989 S. Gavrilyuk, Modulation equations for a mixture of gas bubbles
in an incompressible liquid, Journal of Applied Mechanics and Technical
Physics, 30, 247-253.
[48] 1986 S. Gavrilyuk, Problème de Riemann pour un système d’é quations de
type mixte. Dinamika Sploshnoi Sredy, N 77, 21-39, Novosibirsk, Institut
Lavrentyev d’Hydrodynamique (en russe).
[49] 1986 S. Gavrilyuk, Ondes stationnaires dans les mélanges gaz - liquide hors
équilibre. Dinamika Sploshnoi Sredy, N 76, 68-74, Novosibirsk, Institut
Lavrentyev d’Hydrodynamique (en russe).
[50] 1985 S. Gavrilyuk, Chocs admissibles dans des mélanges avec changement
de phase. Dinamika Sploshnoi Sredy, N 73, 26-41, Novosibirsk, Institut
Lavrentyev d’Hydrodynamique (en russe).
[51] 1985 S. Gavrilyuk, Problème de Riemann pour les fluides de Van der
Waals. Dinamika Sploshnoi Sredy, N 69, 36-54, Novosibirsk, Institut
Lavrentyev d’Hydrodynamique (en russe).
Chapters of books:
[52] 2010 S. Gavrilyuk & H. Gouin, Geometric evolution of he Reynolds stress
tensor in three-dimensional turbulence, A. Greco, S. Rionero, T. Ruggeri
(editors), World Scientific, 2010, p. 182-190, ISBN 978-981-43170-41-2.
[53] 2001 H. Gouin & S. Gavrilyuk, Rankine-Hugoniot conditions for oneentropy two-fluid models. Proceedings ”WASCOM 99” 10th Conference
on Waves and Stability in Continuous Media”(World Scientific, ISBN 98102-4540-8), pp. 209-218.
[54] 2000 S. Gavrilyuk & H. Gouin, Symmetric form of governing equations for
capillary fluids. ”Trends in Applications of Mathematics” (ed. by J. Iooss
et al), Chapman & Hall/CRC (ISBN 1-58488-035-X) pp. 306-311.
[55] 1995 S. Gavrilyuk & D. Serre, A model of plug-chain system near the thermodynamic critical point: connection with the Korteweg theory of capillarity and modulation equations. ”Waves in Liquid/Gas and Liquid/Vapour
Two-Phase Systems” (ed. by S. Morioka and L.van Wijngaarden), Kluwer
Academic Publishers (ISBN 0-7923-3424-8) pp. 419-428.
[56] 1994 S. Gavrilyuk, Linear wave propagation in bubbly liquid with
continuous bubble size distribution. ”Bubble Dynamics and Interface
Phenomena” (ed. by J.R. Blake et al.), Kluwer Academic Publishers
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(ISBN 0-7923-3008-0) pp. 141-149.
Conference papers
[57] 2003 S. Gavrilyuk et V. Teshukov, Stabilité linéaire des écoulements cisaillés
paralléles d’un liquide à bulles et d’un fluide peu profond, 16 ième CFM,
Nice
[58] 1997 S. Gavrilyuk et H. Gouin, Méthode variationnelle pour les mélanges
binaires homogènes, 13 ième CFM, Poitiers.
[59] 1991 S. Gavrilyuk, Structure of traveling waves in polydisperse bubbly liquids with dissipation, Proc. of the International Conference on Multiphase
Flows’91 - Tsukuba, Sept. 24-27, Japan.
[60] 1991 S. Gavrilyuk, Nonlinear modulation of multi-dimensional highfrequency waves in monodisperse bubbly liquide, Proc. of the International
Conference on Multiphase Flows’91 - Tsukuba, Sept. 24-27, Japan.
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